Question

Describe the translation that will get Joe home from his current location.

Translation 2.jpg



To get home, Joe must go
Question Blank 1 of 4
up
Question Blank 2 of 4
Answer
units and
Question Blank 3 of 4
right
Question Blank 4 of 4
Answer
units.

Answer 1

I can’t see the image file you mentioned. Please either upload "Translation 2.jpg" or tell me Joe’s coordinates and his home coordinates.

How to find the translation (so you can fill the blanks):
- Count coordinates (or grid squares) for Joe: (x_J, y_J) and for home: (x_H, y_H).
- Compute the vector Δ = (x_H − x_J, y_H − y_J).
- If Δy > 0 → go up Δy units. If Δy < 0 → go down |Δy| units.
- If Δx > 0 → go right Δx units. If Δx < 0 → go left |Δx| units.

Example: If Joe is at (2, 3) and home is at (7, 6), then Δ = (5, 3), so Joe must go up 3 units and right 5 units.

Send the image or the two coordinates and I’ll fill in the blanks exactly.